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Cross Entropy Algorithms for Data Association in Multi-Target Tracking

机译:多目标跟踪中数据关联的交叉熵算法

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摘要

Multiple-target tracking (MTT) poses difficult computational challenges related to the measurement-to-track data association problem, especially in the presence of spurious and missing measurements. Different approaches have been proposed to tackle this problem, including various approximations and heuristic optimization tools. The cross entropy (CE) method and the related parametric MinxEnt (PME) method are recent optimization heuristics that have proved useful in many combinatorial optimization problems. They are akin to evolutionary algorithms in that a population of solutions is evolved, however generation of new solutions is based on statistical methods of sampling and parameter estimation. In this work we apply the CE method and its recent MinxEnt variant to the multi-scan version of the data association problem in the presence of misdetections, false alarms, and unknown number of targets. We formulate the algorithms, explore via simulation their efficiency and performance compared with other recently proposed techniques, and show that they obtain state-of-the-art performance in challenging scenarios.
机译:多目标跟踪(MTT)带来了与测量到跟踪数据关联问题相关的困难的计算挑战,尤其是在存在虚假和丢失的测量的情况下。已经提出了解决该问题的不同方法,包括各种近似和启发式优化工具。交叉熵(CE)方法和相关的参数MinxEnt(PME)方法是最近的优化启发式方法,已证明在许多组合优化问题中很有用。它们类似于进化算法,其中进化了很多解决方案,但是新解决方案的生成基于采样和参数估计的统计方法。在这项工作中,我们将在错误检测,错误警报和未知目标数目的情况下,将CE方法及其最新的MinxEnt变体应用于数据关联问题的多扫描版本。我们制定了这些算法,与其他最近提出的技术相比,通过仿真探索了它们的效率和性能,并表明它们在具有挑战性的场景中获得了最先进的性能。

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